Question: Select all the TRUE statements: Design and Analysis Any component graph is acyclic. Let u, v be two vertices in the directed graph G. After

Select all the TRUE statements: Design and Analysis

Any component graph is acyclic.

Let u, v be two vertices in the directed graph G. After running the Depth-First Search algorithm on G, it is possible to get the following discovery and finishing times: u.d = 2, u.f = 6, v.d = 7, and v.f = 10.

Let G(V,E) be a graph that consists of a cycle with 100 vertices and 100 edges. Then the adjacency-list representation of G is preferred.

Finding if two vertices are connected is done more efficiently using adjacency-matrix graph representation than using adjacency-list graph representation.

Prims algorithm implementation uses a min-heap Q based on a key attribute.

If the graph G=(V,E) is dense, then the preferred representation of the graph G is using adjacency-list representation.

The MST computed by Prim's algorithm is an acyclic subset of edges T ? E, where all the edges in T are connected and the weight of the tree is minimized.

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